Solving the Integral of sech^3 (x)

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The discussion focuses on solving the integral of sech^3(x), with participants exploring various methods including integration by parts and substitutions involving hyperbolic functions. Initial attempts involve breaking down sech^3(x) into simpler components, but many participants struggle with recurring terms that lead back to the original integral. Suggestions include using the power reduction formula and confirming results through partial fractions, although confusion arises regarding the correct application of these techniques. Ultimately, the conversation highlights the complexity of the integral and the need for a clear strategy, with integration by parts being emphasized as a potentially effective approach. The discussion concludes with participants seeking clarity on their methods and the correct path to the solution.
  • #31
If 2 functions have the same derivative, then they must be equal up to a constant...
 

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